NF weak partition development: NAR4H5C095M3Part035.
noncomputable def
NFChoice.DirectNominalPrf.NominalAlphaWrappersRepaired.nb095FocusedRefl0005
(x u : SemanticCore.Var)
(D R S_cls : SemanticCore.Class)
(f : SemanticCore.Var)
(E : SemanticCore.Class)
(dv_D_f : f ∉ D.fv)
(dv_D_u : u ∉ D.fv)
(dv_D_x : x ∉ D.fv)
:
Nominal.TReflOn
[(nb095AlphaDummy247 D R S_cls E, nb095AlphaDummy248 x D R), (nb095AlphaDummy245 D R S_cls E, nb095AlphaDummy246 x D R), (nb095AlphaDummy003 D R S_cls E, nb095AlphaDummy005 x u D R S_cls f E), (nb095AlphaDummy001 D R S_cls E, u), (nb095AlphaDummy002 D R S_cls E, x), (nb095AlphaDummy000 D R S_cls E, f)]
D.fv
Checked nominal proof certificate identified upstream as nb095_focused_refl_0005.
Equations
- NFChoice.DirectNominalPrf.NominalAlphaWrappersRepaired.nb095FocusedRefl0005 x u D R S_cls f E dv_D_f dv_D_u dv_D_x = ⋯.reflOn
Instances For
theorem
NFChoice.DirectNominalPrf.NominalAlphaWrappersRepaired.nb095_compact_fv_empty_0434
(D R S_cls E : SemanticCore.Class)
:
nb095AlphaDummy003 D R S_cls E ∉ ∅
theorem
NFChoice.DirectNominalPrf.NominalAlphaWrappersRepaired.nb095_compact_fv_empty_0435
(x u : SemanticCore.Var)
(D R S_cls : SemanticCore.Class)
(f : SemanticCore.Var)
(E : SemanticCore.Class)
:
nb095AlphaDummy005 x u D R S_cls f E ∉ ∅